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Some studies on finding the nearest volume-preserving matrix

机译:寻找最接近的体积保持矩阵的一些研究

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摘要

Finding the nearest volume-preserving matrix for a given matrix is studied. A matrix equation is first obtained, which is a necessary condition for the solution to the problem. Then the equation is solved by the singular value decomposition method. Some additional results are also provided to further characterize the solution. Using these results, a numerical algorithm is introduced and a numerical test is given to illustrate the effectiveness of the algorithm.
机译:研究了为给定矩阵寻找最接近的体积保留矩阵。首先获得矩阵方程,这是解决问题的必要条件。然后用奇异值分解法求解方程。还提供了一些其他结果来进一步表征解决方案。利用这些结果,介绍了一种数值算法,并进行了数值测试以说明该算法的有效性。

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